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缓冲包装

"缓冲包装"的翻译和解释

例句与用法

  • Trough the test of static pressure , impact and vibration to several kind of different cushions packing material , obtains the performance curves of cushion and vibration of different cushion packing material , and carries on the contrast analysis to these curves , establishes the database , provides the basis for the cushion packing design and the research
    摘要通过对几种不同的缓冲包装材料进行静态、动态压缩及振动传递率试验,得到了它们的缓冲和振动性能曲线,并对这些曲线进行了对比分析,建立了相应的数据库,为缓冲包装的设计和研究提供了理论依据。
  • This paper analyses the sorts of production , amounts , sites destination of production , transport equipments , operation measures , load and unload equipment , cleaning and industrial treatment equipments , presents the sorts of container needed in dangerous cargo transport and the package condition demanded in dangerous cargo transport after investigate widely , plenty - of experiments and strict theoretical analysis on the basis of researches results before considering the facts of chinese railway transport . furthermore , this paper analyses and discusses the forces the dangerous cargo in the container receive during the transport and the effects to the inner package box influenced by every kind of environments . in the end , some suggestions about how to develop the dangerous cargo transport using container are proposed
    本文在分析我国危险货物的品类、产量、产地、运到地;运输设备;作业方式;装卸工具;车辆洗刷除污及工业垃圾处置等的基础上,借鉴国外铁路危险货物运输的先进经验,在已有成果的基础上,提出了集装箱应有的类型,危险货物进箱的包装条件,对危险货物集装箱运输中所受外力及流通过程中各种环境条件对集装箱内包装件的影响进行了分析探讨,为缓冲包装设计提供理论依据,最后,提出了发展危险货物集装箱运输的若干建议。
  • First of all , this article takes the cubic function elastomer in nonlinear system for examples , taking advantage of the method of state space and the dynamic simulation environment of matlab / simulink to convert the dynamics model into simulation model and choosing a suitable simulation arithmetic . at the meantime , the model parameter graphical can be prepared by use of the matlab ' s callback functions and will conveniently modify the parameters of system
    首先,以三次函数型非线性缓冲包装系统为例,从求解缓冲包装系统动态响应的角度出发,采用matlab simulink仿真环境,利用状态变量法将系统动力学模型转化为仿真模型,选择仿真算法,利用matlab中的回调函数,编制缓冲包装系统的参数图形界面,可以方便修改系统的参数。
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